［1］ Stewart D S, Bdzil J B. The shock dynamics of stable multidimensi
onal detonation, T&AM Report No.481［R］. Urbana: Department of Theoretical and Applie
d Mechanics, University of Illinois,1988.
［2］ Aslam T, Bdzil J, Stewart S. Level Set methods applied to modeling detona
tion shock dynamics ［J］. Journal of Comparative Physiology, 1996, 126: 390-409.
［3］ 张星，孙锦山，计算发散爆轰波传播的DSD方法［J］. 爆炸与冲击，1997，
17（2）：97-103.
ZHANG Xing, SUN Jin-shan. DSD method applied to the propagation of divergent de
tonation waves［J］. Explosion and Shock Wave,1997,17(2), 97-103. (in Chinese)
ZK)〗
［4］ Osher S, Sethian J A. Front propagating with curvature-dependent speed:
algorithms based on Hamilton-Jacobi formulations ［J］.Journal of Comparative Physiology, 1988, 79:
12-49.
［5］ Osher S,Fedkiw R. Level Set methods and dynamics implicit surface［M］.
New York: Springer-Verlag, 2003: 25-69.
［6］ Bdzil J B. Steady-state two-dimensional detonation［J］. Journal of Fluid Mechanics,
1983, 25: 1210-1221.
［7］ 李庆忠，赵同虎,高文,等. 底面起爆的圆弧钝感炸药变化传播规律
的数值模拟研究［J］. 爆炸与冲击，1999，19（2）：169-172.
LI Qing-zhong, ZHAO Tong-hu, GAO Wen, et al. Numerical simulation of detonat
ion propagation in the arc insensitive explosive initiated at the base plane［J
］. Explosion and Shock Wave,1999,19(2): 169-172.(in Chinese)